data:image/png;base64,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:image/png;base64,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Do your arteries carry blood towards the heart? (True or False),How many chambers are there in the heart? (# only),What organs are in the circulatory system? (One Word Answer,Do veins carry blood towards the heart? (True or false),Is your heart is around the size of your fist? (True or false),Around how many times does your heart beat in a lifetime? 2.3B or 2.5B (# only),The movement of blood through the heart is called? Locomotion or Circulation (One Word Answer),What parts act like doors that control blood flow in the heart? (One Word Answer),Your heart can keep pumping even when it's seperated from the rest of your body? (True or false),Lyrica is a medicine that helps treat the heart. (True or false)False,4,Heart,True,True,2.5B,Circulation,Chambers,True,False8